stable matrix

Normal Matrix and Positively Stable Matrix

规范矩阵与正稳定矩阵

This paper deals with the analysis of relationship between normal matrix and positively stable matrix, some conclusions are drawn.

研究规范矩阵与正稳定矩阵之间的联系，获得一些新的结论。

Using the notion of the Non-Hermite positive definite matrix and its properties, some new sufficient and necessary conditions of positively stable matrix are obtained.

利用非Hermite正定矩阵的概念及性质，获得了正稳定矩阵几个新的充要条件。

Notes on the stable matrix

关于稳定方阵的某些注记

Relation between Quadratic Form and Stable Matrix

二次型与稳定矩阵之间的关系

Criterions of partial stable matrix and normal form of partial positive de? nete matrix are given, some conditions of solvability and uniqueness of Lyapunov matrix equation are discussed. Furthermore, some prob-lems for further study are presented.

给出了部分稳定矩阵的几种判据与部分位正定矩阵的标准型，研究了矩阵方程可解性、唯一性的几种条件，提出一些可供进一步研究的问题。

A matrix inequality approach is proposed to design an unbiased H_ ∞ filter, so that the filtering error system is asymptotically stable and the H_ ∞ norm of the transfer function of error system is less than a positive scalar γ.

基于矩阵不等式设计了无偏H∞滤波器，使得滤波误差系统是渐近稳定的，同时满足其传递函数的H∞范数小于某一给定的正数γ。

A Unified Simple Condition for Stable Matrix, Positive Definite Matrix and M Matrix

判定矩阵稳定、正定以及为M矩阵的统一简化条件

Non-Hermite positive definite matrix and positively stable matrix

非Hermite正定矩阵与正稳定矩阵

On the Note of Potentially Stable Matrix

关于隐稳定矩阵的注记

Relationship between generalized positive definite matrix and stable matrix and Minkowski matrix

广义正定矩阵与稳定矩阵、M-矩阵的关系

Some Geometrical Properties of Stable Matrix Families

稳定矩阵族的若干几何性质

Relations Among Some Kinds of Positive Definite Matrix Classes and Positive Stable Matrix Classes

一些正定矩阵类及正稳定矩阵类之间的关系

A unified simple condition for stable matrix, positive definite matrix and M matrix is presented in this paper.

本文给出了一个判定矩阵稳定、正定以及为M矩阵的统一简化条件。